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                        | Activity Number: | 237 
                            	- SPEED:Statistical Methods for GWAs, Genetics, Genomics, and Other Omics Studies, Part 1 |  
                        | Type: | Contributed |  
                        | Date/Time: | Monday, July 29, 2019 : 2:00 PM to 3:50 PM |  
                        | Sponsor: | Biometrics Section |  
                        | Abstract #307359 | Presentation |  
                        | Title: | A New Sparse Network Model for High-Throughput Count Data |  
                    | Author(s): | Caesar (Zexuan) Li* and Gang Li and Eric Kawaguchi |  
                    | Companies: | University of California, Los Angeles and UCLA and UCLA Department of Biostatistics |  
                    | Keywords: | Graphical models; 
                            Poisson graphical models; 
                            next generation sequencing data; 
                            regularization selection |  
                    | Abstract: | 
                            When using high-throughput sequencing technologies to measure gene expression, researchers are often interested in constructing a sparse network model. One popular approach, Poisson Graphical LASSO (Allen 2013), is implemented by fitting L1 penalized regression model. However, it is well known that L0 penalized regression produces a more parsimonious and accurate model, compared to L1 penalized methods. In this research we developed a new L0 based Poisson graphical model, using cyclic coordinate-wise broken adaptive ridge regression. Performance of the model is evaluated and compared with some existing methods on both simulated and real data.   
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